We prove optimal-initial-space maximal regularity for Caputo time-fractional equations driven by sums of subdimensional nonlocal operators of subordinate Brownian motion type.
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A regularity theory for evolution equations with space-time anisotropic non-local operators in mixed-norm Sobolev spaces
We prove optimal-initial-space maximal regularity for Caputo time-fractional equations driven by sums of subdimensional nonlocal operators of subordinate Brownian motion type.